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            "value": ": A function f is called super cube root cube mean labeling of a graph G = (V,E) with p- vertices and q- edges if f: V(G) →{ 1, 2, . . ., p + q} is injective and the induced function f * defined as f * (uv) = 3 3 3 f(u) + f(v) 2       or 3 3 3 f(u) + f(v) 2       . For all uvE(G) is bijective. Then the resulting edge labels are distinct. A graph that admits a super cube root cube mean labeling f is called a super cube root cube means graph. In this paper we introduce super cube root cube mean labeling and investigate super cube root cube mean labeling of path Pn, Comb graph, ladder graph, pendant vertex attached with comb graph, pendant vertex attached with the ladder graph, CnK1, PnK3 and Fish graph.",
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                "unstructured": "S.Arokia Raj, A. Durai Baskar and A. Rajesh Kannan F-Root square Mean labeling of Graphs obtained from path, International journal of mathematics and Combinatorics, Vol. 2 (2017), 92-104"
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                "unstructured": "S. Kulandhai Therese and K. Romila, Cube root Cube Mean labeling of Graphs, International Journal of Mathematics Trends and Technology ( IJMTT)-Volume 65, Issue 2–February 2019"
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                "unstructured": "R. Gowri and G. Vembarasi, “ Root Cube Mean labeling of graphs”, International Journal of Engineering Science, Advanced Computing and Bio–Technology Vol 8, No.4, October–December 2017, pp.248-255"
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